Logic Masters Deutschland e.V.

Sudoku Variants Series (190) - Blackout Sudoku

(Published on 18. July 2017, 00:00 by Richard)

For this Sudoku Variants Project I have planned to publish a different Sudoku variant every Tuesday. I will see how long it takes before I am running out of ideas.

Blackout Sudoku
Place digits from 1 to 9 in the white cells such that each row, column and 3x3 box contains different digits.

Solve online in F-Puzzles or CtC-app (thx Nick Smirnov!)

Solution code: Row 2, followed by column 3 (B for black cells).

Last changed on on 19. August 2022, 04:55

Solved by jirk, deu, r45, saskia-daniela, zuzanina, ibag, marcmees, kishy72, Luigi, lubosh, HaSe, flaemmchen, rcg, cornuto, zorant, Mody, Rollie, Uhu, CHalb, Zzzyxas, pin7guin, azalozni, Statistica, sf2l, ... SKORP17, starelev5, snowyegret, AMD, TomBradyLambeth, Angelo, wmiltti, jimmusmcbobbus, Nickyo, AstralSky, PetLov, Nylimb, mjozska1985, CGeom, juventino188, Jordan Timm, samjna0049, CJK, AzureFire
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Comments

on 19. August 2022, 04:55 by Richard
Added links and tag for online solving. Thx Nick!

on 17. September 2021, 14:36 by Nick Smirnov
f-puzzles:
https://f-puzzles.com/?id=yffuadjc

CTC App:
https://tinyurl.com/m4tnpu5z

on 19. March 2021, 16:23 by Kafkapharnaum
Hello! I came up with what I thought was a completely original idea, but the user SudokuExplorer told me you had a rather similar idea, and indeed, that is pretty similar! Only I used the digit 0 which is used in sums and with added constraints, so I think it's still fairly original. :)
I really liked your puzzle (I loved the hidden... um, ok, no spoilers!) and would be absolutely honored if you checked mine!

Last changed on 11. October 2020, 08:30

on 11. October 2020, 08:14 by Thorsby
Can digits repeat in a box, column or row? Must the digits be different only between for instance two boxes or also between any given box and any given row?
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What is meant by the rules is that digits may not repeat within a box, row or column. It may be very well that two distinct boxes miss the same digit.

on 14. September 2020, 17:52 by SudokuExplorer
Wonderful! Very funky logic :-)

on 18. August 2017, 13:59 by Eisbär
@ Sandmoppe: I know now :-P

on 17. August 2017, 13:28 by sandmoppe
@Eisbär: But you know, that this is not a "correct" 9*9 Sudoku?

Last changed on 17. August 2017, 13:14

on 17. August 2017, 13:13 by Eisbär
This is confusing... every time I want to be very careful but I'm still making wrong decisions... :-)

on 18. July 2017, 07:59 by ibag
Witzig!

Difficulty:2
Rating:82 %
Solved:118 times
Observed:9 times
ID:0002NO

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